Hi, can i please get some help on this question.

Second Look Enterprises (SLE) buys old computers, fixes them up, and resells them. Its weekly revenue function is R = 40q - 2q , so its marginal revenue is MR = 40 - 4q. Its weekly cost function is C = 10q + 0.5q , so its marginal cost is MC = 10 + q. R = -2 q2 + 40 q C = 0.5 q- + 10 q MR = -4 q + 40 MC = q + 10a) Calculate SLE's revenue, cost, and profit for q = 1 to q = 20 in increments of 1. SLE's manager wants to maximize profit. Calculate MR and MC for q = 1 to q = 20 in increments of 1 and erify that MR = MC at the profit-maximizing output level. R C Profit MR MC 2 3 9 10 11 12 13 14 15 16 17 18 19 20 Determine the level of output at which the profit is maximized. The maximum profit is when the output isb) Now assume that SLE is run by a manager who is paid 10% of the revenue and therefore wants to maximize revenue. Determine the level of output and marginal revenue at which the revenue is maximized. The maximum revenue is: when the output is |:| and the marginal revenue |:| c) Now suppose that SLE is acquired and managed by a philanthropist who wants to promote recycling of used computers and therefore produces as much output as possible as long as the firm does not make losses. Determine the level of output at which the rm makes no losses. The maximum output the rm can produce to not make losses is |:|